The present work applies interleaved MDD partition representation to the bisimulation problem. In the course of considering fully-implicit lumping (see section 2.6) for Markov systems, we have implemented fully-implicit partitioning, using interleaved MDDs for bisimulation partitioning, in the context of the SmArTverification tool. We compare the execution time and memory consumption of our fully-implicit methods (using interleaved MDDs) with the execution time and memory consumption of partially-implicit methods (using non-interleaved MDDs), as applied to the same bisimulation problems. We found that the fully implicit method had prohibitively large run-times for models with few variables with many values. The performance of the fully impl...
We present a minimization algorithm for non-deterministic finite state automata that finds and merge...
Abstract. The problem of determining the coarsest partition stable with respect to a given binary re...
An asymptotic lowerbound of ?((m+n)log n) is established for partition refinement algorithms that de...
Abstract. The notions of bisimulation and simulation are used for graph reduction and are widely emp...
Bisimilarity is an extensional notion of equivalence of states of an automata. A bisimulation is a s...
The notions of bisimulation and simulation are used for graph reduction and are widely employed in m...
We introduce parallel symbolic algorithms for bisimulation minimisation, to combat the combinatorial...
The most efficient way to calculate strong bisimilarity is by finding the relational coarsest partit...
AbstractWe propose an efficient algorithmic solution to the problem of determining a Bisimulation Re...
We propose an efficient algorithmic solution to the problem of determining a Bisimulation Relation o...
The notions of bisimulation and simulation are used for graph reduction and are widely employed in m...
Bisimulation minimisation alleviates the exponential growth of transition systems in model checking ...
We provide time lowerbounds for sequential and parallel algorithms deciding bisimulation on labelled...
We propose an efficient algorithmic solution to the problem of determining a Bisimulation Relation o...
AbstractWe present an efficient algorithm for bisimulation equivalence. Generally, bisimulation equi...
We present a minimization algorithm for non-deterministic finite state automata that finds and merge...
Abstract. The problem of determining the coarsest partition stable with respect to a given binary re...
An asymptotic lowerbound of ?((m+n)log n) is established for partition refinement algorithms that de...
Abstract. The notions of bisimulation and simulation are used for graph reduction and are widely emp...
Bisimilarity is an extensional notion of equivalence of states of an automata. A bisimulation is a s...
The notions of bisimulation and simulation are used for graph reduction and are widely employed in m...
We introduce parallel symbolic algorithms for bisimulation minimisation, to combat the combinatorial...
The most efficient way to calculate strong bisimilarity is by finding the relational coarsest partit...
AbstractWe propose an efficient algorithmic solution to the problem of determining a Bisimulation Re...
We propose an efficient algorithmic solution to the problem of determining a Bisimulation Relation o...
The notions of bisimulation and simulation are used for graph reduction and are widely employed in m...
Bisimulation minimisation alleviates the exponential growth of transition systems in model checking ...
We provide time lowerbounds for sequential and parallel algorithms deciding bisimulation on labelled...
We propose an efficient algorithmic solution to the problem of determining a Bisimulation Relation o...
AbstractWe present an efficient algorithm for bisimulation equivalence. Generally, bisimulation equi...
We present a minimization algorithm for non-deterministic finite state automata that finds and merge...
Abstract. The problem of determining the coarsest partition stable with respect to a given binary re...
An asymptotic lowerbound of ?((m+n)log n) is established for partition refinement algorithms that de...